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Use fraction form to state the sine ratio for the labeled angles. Leave your answer in reduced fraction form. sin F = sin G =
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\[sin(F)=\frac{a}{c}\]
\[sin(G)=\frac{b}{c}\]
\[\frac{opp}{hyp}\]
i didint get that
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ok look at the picture and the angles. angle F has opposite side of "a" yes?
the hypotenuse (side opposite the right angle, the longest side) is c in the picture
angle F is between the sides b and c. the "opposite" side is a
so sin(F)=a/c
and cos(F)=b/c if you have started with cosine yet
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